204 F. 617 | 6th Cir. | 1913
After the opinion of this court, sustaining the Dunn patent, No. 800,431 (163 Fed. 521, 90 C. C. A. 331), the usual interlocutory decree for complainants was entered below and an accounting had. Complainants waived damages. It appeared that defendant had embodied in its market structure not only the patent infringed, but also, under a royalty contract with one Osborn, an improvement thereon patented to the latter. After the decree, defendant changed the form of its device, and claimed that it thus avoided infringement. Complainants insisted that the change was not material. The master declined to go into any inquiry after the change in form. Defendant’s total net profits were found to be about $18,250, leaving out of account $4,250 which it had paid to Osborn for his royalty. The master considered this royalty to be defendant’s statement of the portion of its profits properly appor-tionable to its use of the Osborn patent, held that the remainder of the profits was attributable to the infringement, and reported a finding for complainants of about $14,000. The District Court thought the complainants had failed to sustain their duty of apportionment, and (in November, 1911) gave judgment for nominal damages only. Complainants appeal.
This case reaches this court in so nearly the same general situation as was the Westinghouse Case when it reached the Supreme Court (Westinghouse Co. v. Wagner Co., 225 U. S. 604, 32 Sup. Ct. 691, 56 L. Ed. 1222) that we think it should be disposed of in the same way. The decree will be reversed, with costs, and the record remanded, with instructions that the master’s report be vacated and a new reference made, in the conduct of which the parties and the master will have the benefit of this opinion by the Supreme Court.
“The combination of a boiler, a steam engine, the connecting supply pipe, the throttle,” etc.
This is an extreme illustration, but the question of profits can hardly depend on the largely fortuitous language of the claim in extaiding the combination, instead of on the actual advance in the art. It is enough to say at present that in this respect the instant case cannot be distinguished from the case in 225 U. S. There, also, a combination claim covered all parts of the entire structure manufactured and sold by defendant, excepting some additions claimed to be improvements, and, if an apportionment of the profits was there necessary, it is here required.
The subject-matter of the H. F. Dunn patent in suit was a computing cheese cutter, called a “total value” cutter. The cheese rested upon a rotating table, and a knife, swinging vertically on its fixed support, would cut from the cheese a “pie-shaped” piece, the base width of which would be determined by the amount which the table had rotated since the last cut. Rotation was imparted to the table by a vertical lever, pivoted at one end under the edge of the rotating table, having a handle at the outer, free-swinging end, and connected to the table by such gearing that a movement of the lever in one direction would cause the table to rotate for a distance corresponding to the length of the lever stroke, while the reverse movement of the lever would be inoperative. In this way the continued reciprocating motion of the lever would give a step by step rotation to the table, and. the length of the arc step would correspond to the length, of the lever stroke, and would be positively regulated, first, by the proportional gearing selected in the construction; and, second, 'by adjusting the length of the permitted lever stroke. In connection with this lever arm, there was provided a scale bar, constructed upon the arc of a circle struck from the lever pivot, and lying alongside the sweep of the lever. This scale bar was graduated and marked with numerals, so as to indicate desired subdivisions of the distance; and the gearing was so proportioned that a sweep of the lever from nothing to the highest numeral would rotate the table for the fraction of its circumference indicated by the highest numeral, or for the fraction half as large, or one-quarter as large.
For example, if the numeral at the forward end of the lever stroke was 15, the gearing was so proportioned ’ that a stroke of the lever to that point would move the table either one-fifteenth, one-thirtieth, or one-sixtieth of its circumference, according as the lever-table gearing was proportioned one to one, one to two, or one to four. It follows that, if the numerals are assumed to indicate pounds, a 15-pound cheese would be cut into 15 one-pound pieces, 30 half-pound pieces, or 60 quarter-pound pieces, according to the selected construction; and, accordingly, these cutters, of the second or third form, have been commercially designated as half-pound cutters or quarter-pound cutters. A stop, sliding on this scale bar ánd capable of being fixed at any point, limits the length of the stroke, and so locates what is, for the time being, the highest numeral. A cheese would be put on a scale, and found to weigh, for example, 18 pounds. It-would then be placed on the rotating table, the stop on the scale
it seems that retailers, particularly in some parts of the country, had calls, not for quarter-pound or half-pound slices, but for 5-cent slices or 10-cent slices, and it was plain enough, when once pointed out, that such a cutter would apportion total price into fractions as well as total weight into fractions. In other words, if the total desired selling price was $3, and the stop was set at the numeral 30, the device would deliver either 30 or 60 pieces, according as it was of the one for one or two for one type, and at the $3 total price these would be 10-cent pieces or 5-cent slices. After this observation of the principle involved, it is also plain enough, when staled, that if we have a scale bar where the numerals represent pounds, and where the device will cut half-pound slices, and if we then assume that the numerals indicate dimes, and set the stop at any particular numeral, the cheese will be cut into twice as many pieces as there are dimes in the numeral — that is, into 5-cent slices. If we add a cipher, and so change the dimes into cents, and a decimal point and make dollars, .we have a total value scale bar. If the stop is at 30, representing pounds, we will get 60 half-pound pieces, and if the stop is set at the same place, representing 30 dimes, or 300 cents, or S3, we will get 60 5-cent slices.
All this, except as will be pointed out, was well known before the II. lu Dunn invention. Roth, by patent No. 657,621, of September 11, 1900, in a device for this purpose and of somewhat similar construction. and which was proportioned four to one, had a rod with two scale bars, one marked with numerals representing pounds, and the other marked with registering numerals indicating dollars, but, owing to the four to one proportion, the dollar numerals are twice as large as in the two for one example which we have above given; that is to say, opposite the numeral 25 was the mark $5.00; opposite 34 was the mark $6.80, etc. Speaking of the second scale bar, Roth says it “is graduated and marked to indicate the total value or total selling price of various cakes of cheese”; and “to illustrate, a 40-pound cheese, at 10 cents per pound, would be worth $4, or the same as a 20-pound cheese at 20 cents a pound. Hence, if the cheese is to be sold by price, the measuring wheel should be set at the $4.00 mark on the scale”; and again, “it matters not what the weight and price of a cheese may be, so long as the cheese is worth $4, in-, asmuch as, for 10 cents, for instance, a purchaser should secure one-fortieth segment of a cheese.”
P. P. Dunn, by his patent No. 790.564, considered in the former opinion, had alongside his operating lever an arc scale bar graduated with numerals assumed to represent the total weight of the cheese, and adapted to cut on the four to one basis, or quarter-pound pieces. He assumed that the selling price is 20 cents per pound, and that he has a 12-pound cheese, and theri says that setting his stop at the numeral 12 “will cause the cheese-carrying table B to move through, one forty-eighth of the complete revolution, so that a 12-pound cheese may be divided into 48 pieces, which at 5 cents each, would amo,unt>
H. F. Dunn, by the patent in suit, observed the simplicity of the relationship above mentioned. He saw that all which was accomplished by F. P. Dunn’s sliding scale was to ascertain the total selling price, and then apply such total selling price to the existing weight numerals on the scale bar by dividing by 20 (or, of course, in the half-pound cutter, by dividing by 10). He saw that this was the same thing as converting the weight scale bar into a total value scale bar by multiplying the existing numerals by 20, or by 10, and calling them cents. While it is quite true, therefore, that, mechanically speaking, IT. F. Dunn did nothing, except to add a cipher to the F. P. Dunn scale bar numerals and throw away or forget F. P. Dunn’s independent, mechanical aid to the clerk’s problem in arithmetic, yet he did, for the first time, produce something which F. P. Dunn did^not have, and probably had not comprehended, viz., a total value scale bar which would automatically cause the cutting of 5-cent pieces when the stop was set at the marked “total value.” It is true, also, that Roth had disclosed this ultimate result, but by an apparatus not so simple. It was this new result, accomplished by the simple mechanism of both the Dunn patents, which this court held constituted invention and made the patent valid. We have elaborated this situation only to make its bearing clear on the further fact's now involved.
Before the former opinion, defendant had been making, among other styles, a cutter containing both the common weight bar of the earlier art and the total money value bar of the H. F. Dunn patent. Since the opinion was rendered, it has continued to make the same device, without the money value scale bar, and, upon its other forms,
If the profits for which defendant is liable are to be assessed by a comparison with the profits which they “would have had in using other means open to the public” (Coupe v. Royer, supra), it is manifest that this accounting presents an unusual problem. A determination based on any technical rule of burden of proof and on the unintentional default of one or the other party would be unfortunate; and the circumstances strongly indicate that neither an award of all the profits, nor an award of none, would be substantial justice. Upon the new accounting, some clear measure of the profit actually due to the invention may appear, as, perhaps, would be the comparative
Note.—Yesbera v. Hardesty, 166 Fed. 120, 92 C. C. A. 46, is cited to this effect. In that ease defendant’s conduct was such as to prevent apportionment and t<? require the result reached.